پس از گذشت سه سال از اجرای سیاست ارز ۴۲۰۰ تومانی به نظر میرسد با توجه به چند برابر شدن قیمت کالاهای اساسی، شکی در اثربخش نبودن این سیاست باقی نمانده و چارهای جز تغییر مسیر در جهت حمایت مستقیم از اقشار کم درآمد وجود ندارد.
به گزارش روز سهشنبه، رییس سازمان برنامه و بودجه کشور از مجلس خواست با حذف یارانه نهادههای دامی، این مبلغ به حساب حمایت از محرومان واریز شود.
«مسعود میرکاظمی» در این باره گفت: با توجه به اینکه ارز ۴۲۰۰ تومانی همچنان برای نهادههای دامی، گندم و دارو پرداخت میشود، از مجلس اجازه میخواهیم برای دارو و تجهیزات مصرفی بهداشتی و گندم، این ارز همچنان تخصیص داده شود اما میزان یارانه نهادههای دامی به حساب حمایت از محرومان واریز شود.
اصلاح ساختاری بودجه و ضرورت تغییر سیاست ارز ترجیحی
موضوع ارز ۴۲۰۰ تومانی، یا همان ارز ترجیحی برای کالاهای اساسی از همان ابتدای اجرایی شدن مورد نقد کارشناسان و اقتصاددانان قرار داشت. منتقدان معتقد بودند که اختصاص این ارز نه تنها به کنترل تورم در این نوع کالاها منجر نخواهد شد، بلکه زمینه رانت و فساد را نیز فراهم میکند.
سازمان برنامه و بودجه نیز بر مبنای قانون برنامه ششم توسعه، موضوع ارز ترجیحی و کالاهای اساسی را مد نظر قرار داده و برای آن راهکارهایی ارائه کرده است. در این راستا موضوع دستیابی به درآمدهای پایدار یکی از مهمترین اهداف در برنامه اصلاح ساختار بودجه بوده که به نوعی موضوع ارز ۴۲۰۰ تومانی را نیز پوشش میدهد.
سال گذشته سازمان برنامه و بودجه، برنامه خود در این راستا را با عنوان «چارچوب اصلاح ساختار بودجه با رویکرد قطع وابستگی بودجه به نفت» منتشر کرد. در این برنامه بر این نکته تاکید شد که شرایط تحریمی و آسیبپذیری اقتصاد کشور از درآمدهای ناپایداری مانند درآمدهای نفتی، سیاستگذاران کشور را بر آن داشته است که به سمت درآمدهای پایدارتر حرکت کنند.
طبق گفته مسوولان، ثبات بودجه و متعاقب آن کالاها و خدماتی که دولت در اختیار جامعه قرار میدهد در گرو تامین درآمدهای مطمئن برای دولت است. منشأ درآمدهای پایدار دولت، فرآیندهای جاری درونزای اقتصاد هستند که تحت تاثیر شوکهای بیرونی مانند نوسانات درآمدهای نفتی و تحریمهای بینالمللی قرار نمیگیرند.
با این نگاه، برای مدیریت بهینه بودجه در شرایط حاضر و نیز نیل به هدف جداسازی بودجه دولت از درآمدهای نفتی، لازم است راهکارهایی برای افزایش پایدار درآمدهای عمومی در میان مدت و اقدامات کوتاه مدتی بهمنظور گذر از تنگنای بودجهای دولت تعبیه شود.
اصلاحات در حوزه درآمدسازی پایدار بودجه سه رکن اصلی دارند که مجموعه برنامههای کوتاهمدت و میانمدت دولت باید بر اساس این ارکان تعریف شوند. این سه رکن عبارتند از اصلاح نظام مالیاتی، واگذاری و مولدسازی داراییهای دولت و اصلاح نظام یارانهای.
آنچه که به تخصیص ارز ۴۲۰۰ تومانی به واردات کالاهای اساسی مربوط میشود در چارچوب رکن سوم، یعنی اصلاح نظام یارانهای قرار میگیرد.
دولتمردان و کارشناسان اقتصادی بر این باورند که وضعیت کنونی نظام یارانهای علاوه بر محروم کردن دولت از یک منبع درآمدی قابل توجه، اقشار جامعه را به صورت عادلانه بهره مند نمیکند. بنابراین با هدف ممانعت از کاهش سطح معیشت اقشار آسیبپذیر، افزایش ضریب اصابت یارانههای آشکار و پنهان و بهبود عدالت اجتماعی، اصلاح نظام یارانهای ضرورت دارد.
سازمان برنامه و بودجه در سیاستهای پیشنهادی خود در برنامه اصلاح ساختاری بودجه آورده بود: با هدف بهبود ضریب اصابت یارانه پنهان پرداختی به کالاهای اساسی و استقلال سیاست ارزی از سیاست حمایتی بهویژه در شرایطی که تحریم، جریان ارزی کشور را با محدودیتهایی مواجه کرده، لازم است شیوه کنونی تخصیص یارانه به این کالاها اصلاح شود.
پیشنهاد میشود به جای تخصیص ارز ترجیحی به کالاهای اساسی، یارانه موجود در ارز، از طریق کالابرگ اعتباری و وام سرمایه در گردش به مصرفکننده نهایی و تولیدکننده داده شود و با انتقال مرحلهبندی شده تقاضای ارز کالاهای اساسی به بازار ارز یکپارچه بر عمق آن افزوده شود.
دهکهای درآمدی و ضریب اهمیت کالاهای اساسی
دهکهای درآمدی از سبدهای کالایی متفاوتی برخوردارند. یعنی وزن سبد مصرفی هر دهک با سایر دهکهای درآمدی تفاوت دارد. برای مثال وزن «خوراکیها و آشامیدنی و دخانیات» و «غیر خوراکیها و خدمات» در سبد مصرفی دهک نخست به ترتیب ۴۳.۳ و ۵۶.۷ درصد است.
این درحالی است که وزن این دو در دهک دهم، به عنوان بالاترین دهک درآمدی جامعه به ترتیب حدود ۱۷ و ۸۳ درصد است.
این اعداد به ما میگویند افزایش و کاهش قیمت در حوزه خوراکیها بیش از همه دهکهای درآمدی پایین را تحت تاثیر قرار میدهد. به عبارت دیگر، تورم بالا در مواد خوارکی و اشامیدنی به معنای فشار بیشتر بر اقشار ضعیف و کم درآمد است. هرچند این بدان معنی نیست که اقلام و کالاهای غیر خوراکی گروههای کم درآمد جامعه را تحت تاثیر قرار نمیدهد. با این حال این گروهها بیشتر درآمد خود را به خوراکیها اختصاص میدهند که شامل کالاهای اساسی نیز میشود.
چنانچه در جدول زیر مشاهده میشود بین دهک اول تا چهارم از نظر وزن کالاهای خوراکی و کالاهای غیر خوراکی کمتر از هفت درصد تفاوت وجود دارد، اما این اختلاف از دهک پنجم بهتدریج بیشتر و بیشتر میشود، تا در دهک دهم به بیشترین مقدار خود میرسد.
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)
بدین ترتیب یک نوع شکاف تورمی در بین دهکها به وجود میآید که بیشتر به خاطر وزن متفاوت کالاها و خدمات در سبد مصرفی آنها است.
گران شدن چند برابری قیمت کالاهای اساسی که دولت برای آنها ارز ۴۲۰۰ تومانی پرداخت کرده است به این معنی است که این سیاست ارزی- رفاهی برای افراد کمدرآمد اثربخش نبوده بلکه حتی برای آنها اثر منفی نیز داشته است. سوالی که مطرح میشود این است که آیا در صورت پرداخت مستقیم مابهالتفاوت ارز ۴۲۰۰ تومانی به دهکهای اول تا چهارم اثربخشی این سیاست بیشتر نخواهد شد؟ در صورت مدیریت تورم احتمالی میتوان گفت پرداخت مستقیم بهتر میتواند دهکهای درآمدی پایین را از یارانه کالای اساسی برخوردار کند.
استدلال موافقان حذف ارز ۴۲۰۰ تومانی این است که آزادسازی قیمت کالاهای اساسی و اختصاص یارانه نقدی به اقشار کم درآمد میتواند پیامدهای مثبتی در بر داشته باشد.
بدون شک با این کار، بحث رانت و دلالی در حوزه واردات کالاهای اساسی و توزیع آنها برچیده خواهد شد. تولیدکنندگان داخلی، قدرت رقابت با کالاهای اساسی خارجی را پیدا کرده و متناسب با افزایش هزینههای تولید با قیمتی واقعیتر، کالا به بازار عرضه خواهند کرد.
در نتیجه، امکان رونق تولید که به دلیل سیاست ارز ۴۲۰۰ تومانی بسیار آسیب دیده بود، میسر خواهد شد. برخی صاحبنظران اقتصادی معتقدند این روش به عدالت نزدیکتر است زیرا هم جلوی اتلاف منابع ملی گرفته خواهد شد و هم به تولید کمک میکند.
لینک مطلب:
https://www.eranico.com/fa/content/143694